Quantum Violations of the Equivalence Principle in a Modified Schwarzschild Geometry. Neutrino Oscillations

Abstract

Neutrino flavour oscillations are analyzed in a model in which particles experience an effective Schwarzschild geometry modified by maximal acceleration corrections. These imply a quantum violation of the equivalence principle. The corresponding shifts in the phase of the neutrino mass eigenstates are calculated and discussed.

arXiv comment10 pages. Accepted by Phys. Lett. A

References in corpus (8)

• Black Hole Entropy in Canonical Quantum Gravity and Superstring Theory
• Wave-Particle duality at the Planck scale: Freezing of neutrino oscillations
• Probing Quantum Aspects of Gravity
• Schwarzschild Field with Maximal Acceleration Corrections
• Finite Black Hole Entropy and String Theory
• Regularizing Property of the Maximal Acceleration Principle in Quantum Field Theory
• Maximal Acceleration Corrections to the Lamb Shift of Hydrogen, Deuterium and He${}^{+}$
• Massive Scalar Particles in a Modified Schwarzschild Geometry

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